Anderson has a phone plan that charges a monthly rate of $50 for the first 1,000 minutes plus $0.25 for each additional minute. Which of the following functions models Anderson’s plan for all m> 1,000, with m as the number of minutes per month and f(m) as the monthly charge? f(m) = 0.25m f(m) = 0.25m f(m) = 0.25m + 50 f(m) = 0.25m + 50 f(m) = 0.25m - 200 f(m) = 0.25m - 200 f(m) = 0.25m - 950 f(m) = 0.25m - 950 f(m) = 0.25m + 1,000

Respuesta :

The correct function model is f(m) = 0.25m - 200

What is the cost of first 1,000 minutes?

The cost of the first 1,000 minutes is $50, in other words, the cost whose function needs to be determined is when the number of minutes is above 1,000 minutes

In other words, we can have a model that looks like the below for minutes above 1,000 minutes

TC=($0.25*usage)+$50

$50 is for 1000 minutes, hence, usage would be (m-1000), that any minutes beyond 1,000

TC=0.25*(m-1000)+50

TC=0.25m-250+50

TC=0.25m-200

The correct function model is f(m) = 0.25m - 200

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